Numerical stability of magnetized Williamson nanofluid over a stretching/shrinking sheet with velocity and thermal slips effect

• DOI: 10.1080/10407790.2024.2321483
• Publication Date: 2024-03-04T09:43:46Z
• Authors: Zeeshan Khan; Waris Khan; Yagoub. A. S. Arko; Ria H. Egami; Hakim A. L. Garalleh
• Keywords: Thermal Stability

A numerical investigation is carried out on multiple solutions over a stretching/stretching sheet to examine the influence of thermal radiation, Lorentz force, velocity, and slips Williamson nanofluid. Nanofluids have significant applications owing their potential properties versatility. The Navier-Stokes equations are converted in terms PDEs, which then altered ODEs through suitable transformations. novelty current study investigate stability nanofluid with Prandtl effect sheets. results obtained by using Runge-Kutta order 4th-method. analysis observes two branches (dual solutions) for different parameters due shrinking phenomena. Due non-uniqueness solutions, implemented, it observed that upper branch (first solution) trustworthy. Dual exist state (λ1c≤λ1≤−0.4578), single exists when λ1>−0.4578, no λ1≤λ1c. findings demonstrate as heat improved, boundary layer thickness declines. Furthermore, present reveals parameter enhanced, dual concentration temperature profiles also increased. validation published work excellent agreement established.